activity
20232026
most citedAdaptive time-domain boundary element methods for the wave equation with Neumann boundary conditions

1 citations · 1 across the 4 of their papers we have counts for

collaborators

5 papers

math.NA2026

Finite elements for the space approximation of a differential model for salts crystallization

Alessandra Aimi, Gabriella Bretti, Giulia Di Credico +3

This article investigates a space-time differential model related to the degradation of stone artifacts caused by exposure to air and atmospheric agents, which specifically lead to…

math.NA2025

A space-time adaptive boundary element method for the wave equation

Alessandra Aimi, Giulia Di Credico, Heiko Gimperlein +1

This article initiates the study of space-time adaptive mesh refinements for time-dependent boundary element formulations of wave equations. Based on error indicators of residual t…

q-fin.MF2025

Short-rate models with stochastic discontinuities: a PDE approach

Alessandro Calvia, Marzia De Donno, Chiara Guardasoni +1

With the reform of interest rate benchmarks, interbank offered rates (IBORs) like LIBOR have been replaced by risk-free rates (RFRs), such as the Secured Overnight Financing Rate (…

math.NA2025★ 1 cited

Adaptive time-domain boundary element methods for the wave equation with Neumann boundary conditions

Alessandra Aimi, Giulia Di Credico, Heiko Gimperlein +1

This article investigates adaptive mesh refinement procedures for the time-domain wave equation with Neumann boundary conditions, formulated as an equivalent hypersingular boundary…

q-fin.CP2023

Fast Barrier Option Pricing by the COS BEM Method in Heston Model

A. Aimi, C. Guardasoni, L. Ortiz-Gracia +1

In this work, the Fourier-cosine series (COS) method has been combined with the Boundary Element Method (BEM) for a fast evaluation of barrier option prices. After a description of…